搜索结果: 1-7 共查到“应用数学 orthogonality”相关记录7条 . 查询时间(0.093 秒)
A Stochastic Speech Model Supporting W-Disjoint Orthogonality
Stochastic Speech Model W-Disjoint Orthogonality
2015/9/29
In previous work, we have successfully used an ideal joint sparseness assumption:W-Disjoint Orthogonality (WDO). This assumption,that the time-frequency representations of the sources have disjoint su...
b-General orthogonality in 2-normed spaces
b-General orthogonality 2-smooth spaces b-Best approximation
2010/9/10
In this paper, we investigate some properties of the b-General orthogonality in 2-normed spaces, and obtain some results on b-General orthogonality in 2-normed spaces similar to b-orthogonality of 2-n...
Gateaux Derivative and Orthogonality in $C_{p}$-classes
Elementary operators Schatten $p$-classes orthogonality Gateaux derivative
2008/7/1
Gateaux Derivative and Orthogonality in $C_{p}$-classes.
Gâteaux Derivative and Orthogonality in $C_{1}$-Classes
Elementary operators $C_{1}$-classes orthogonality Gateaux derivative
2008/7/1
G鈚eaux Derivative and Orthogonality in $C_{1}$-Classes.
On an $ \varepsilon$-Birkhoff Orthogonality
Birkhoff (Birkhoff-James) orthogonality Approximate orthogonality Semi-inner-products
2008/6/27
We define an approximate Birkhoff orthogonality relation in a normed space. We compare it with the one given by S.S. Dragomir and establish some properties of it. In particular, we show that in smooth...
On Some Approximate Functional Relations Stemming from Orthogonality Preserving Property
Orthogonality preserving mappings Right-angle preserving mappings Preservation of the inner product Stability of functional equations
2008/6/27
Referring to previous papers on orthogonality preserving mappings we deal with some relations, connected with orthogonality, which are preserved exactly or approximately. In particular, we investigate...
Relation Between Best Approximant and Orthogonality in $C_1$-classes
Best approximant Schatten $p$-classes Orthogonality $varphi$-Gateaux derivative
2008/6/27
Relation Between Best Approximant and Orthogonality in $C_1$-classes.
